RL on Code-paths
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ccdlNu1v7vpDx7sX5U1wJriciWyCk+YmqE37z7Hz3pUxwZngcia1Cc4ElzNPqitjgqvOJFbICBiBUgiY4Eoh6XaMgBGoDgETXHUmsUJGwAiUQsAEVwpJt2MEjEB1CJjgqjOJFTICRqAUAia4Uki6HSNgBKpDwARXnUmskBEwAqUQMMGVQtLtGAEjUB0CJrjqTGKFjIARKIWACa4Ukm7HCBiB6hAwwVVnEitkBIxAKQRMcKWQdDtGwAhUh4AJrjqTWCEjYARKIWCCK4Wk2zECRqA6BExw1ZnEChkBI1AKARNcKSTdjhEwAtUhYIKrziRWyAgYgVIImOBKIel2jIARqA4BE1x1JrFCRsAIlELABFcKSbdjBIxAdQiY4KoziRUyAkagFAImuFJIuh0jYASqQ8AEV51JrJARMAKlEDDBlULS7RgBI1AdAia46kxihYyAESiFgAmuFJJuxwgYgeoQMMFVZxIrZASMQCkETHClkHQ7RsAIVIeACa46k1ghI2AESiFggiuFpNsxAkagOgRMcNWZxAoZASNQCgETXCkk3Y4RMALVIWCCq84kVsgIGIFSCJjgSiHpdoyAEagOARNcdSaxQkbACJRCwARXCkm3YwSMQHUImOCqM4kVMgJGoBQCJrhSSLodI2AEqkPABFedSayQETACpRAwwZVC0u0YASNQHQImuOpMYoWMgBEohYAJrhSSbscIGIHqEDDBVWcSK2QEjEApBExwpZB0O0bACFSHgAmuOpNYISNgBEohYIIrhaTbMQJGoDoETHDVmcQKGQEjUAoBE1wpJN2OETAC1SFggqvOJFbICBiBUgiY4Eoh6XaMgBGoDgETXHUmsUJGwAiUQsAEVwpJt2MEjEB1CJjgqjOJFTICRqAUAia4Uki6HSNgBKpDwARXnUmskBEwAqUQMMGVQtLtGAEjUB0CJrjqTFJMoYMlHZDZ2iGSDkzKLr1+JnQuVjMCJriarbOZbksnqE3Hvxn6rl0FAia4KswwiRKbPuBLrz+JUdzodhEwwW0X7232tnSC2nT827SV+5oIARPcRMC6WSNgBOZHwAQ3vw2sgREwAhMhYIKbCFg3awSMwPwImODmt4E1MAJGYCIETHATAetmjYARmB8BE9z8NrAGRsAITISACW4iYN2sETAC8yNggpvfBtbACBiBiRAwwU0ErJs1AkZgfgRMcPPbwBoYASMwEQImuImAdbNGwAjMj4AJbn4bWAMjYAQmQsAENxGwbtYIGIH5ETDBzW8Da2AEjMBECJjgJgLWzRoBIzA/Aia4+W1gDYyAEZgIARPcRMC6WSNgBOZHwAQ3vw2sgREwAhMhYIKbCFg3awSMwPwImODmt4E1MAJGYCIETHATAetmjYARmB8BE9z8NrAGRsAITISACW4iYN2sETAC8yNggpvfBtbACBiBiRAwwU0ErJs1AkZgfgRMcPPbwBoYASMwEQImuImAdbNGwAjMj4AJbn4bWAMjYAQmQsAENxGwbtYIGIH5ETDBzW8Da2AEjMBECJjgJgLWzRoBIzA/Aia4+W1gDYyAEZgIARPcRMC6WSNgBOZHwAQ3vw2sgREwAhMhYIKbCFg3awSMwPwImODmt4E1MAJGYCIETHATAetmjYARmB8BE9z8NrAGRsAITISACW4iYN2sETAC8yNggpvfBtbACBiBiRAwwU0ErJs1AkZgfgRMcPPbwBoYASMwEQImuImAdbNGwAjMj4AJbn4bWAMjYAQmQsAENxGwbtYIGIH5ETDBzW8Da2AEjMBECJjgJgLWzRoBIzA/Aia4+W1gDYyAEZgIARPcRMC6WSNgBOZHwAQ3vw2sgREwAhMhYIKbCFg3awSMwPwImODmt4E1MAJGYCIETHATAZvR7MGSDsgoR5FDJB2YlHX93cYv0/QutgkCJrhN0NusrglqtwlqU/ttNntcOwsBE1wWTJMU2vQBcf3dJshJJpUb/VMETHDzzQgT1G4T1Kb2m2/mLahnE9yCjO2hGoGlIWCCW5rFPV4jsCAETHALMraHagSWhoAJbmkW93iNwIIQMMEtyNgeqhFYGgImuKVZ3OM1AgtCwAS3IGN7qEZgaQiY4JZmcY/XCCwIARPcgoztoRqBpSFggluaxT1eI7AgBExwCzK2h2oEloaACW5pFvd4jcCCEDDBLcjYHqoRWBoCJrilWdzjNQILQsAEtyBje6hGYGkImOCWZnGP1wgsCAET3IKM7aEagaUhYIJbmsU9XiOwIARMcAsytodqBJaGgAluaRb3eI3AghAwwS3I2B6qEVgaAia4pVnc4zUCC0LABLcgY3uoRmBpCJjglmZxj9cILAgBE9yCjO2hGoGlIWCCW5rFPV4jsCAETHALMraHagSWhoAJbmkW93iNwIIQMMEtyNgeqhFYGgImuKVZ3OM1AgtCwAS3IGN7qEZgaQiY4JZmcY/XCCwIARPcgoztoRqBpSFggluaxT1eI7AgBExwCzK2h2oEloaACW5pFvd4jcCCEDDBLcjYHqoRWBoCJrilWdzjNQILQmDJBHcCSVeSdFlJp5Z0IknHlfRtSd+S9ClJr5P0Jkm/XMCcOKekawUsTiHpVJKOLukrkr4W/nxe0tMkfX9iPI4m6SeF+niXpEsWaqvWZi7X2O15ko4XKXgVSQfVqvC29FoiwR2pAfdBku4i6QgZQH+zedjuJuklGWV3scjpJD1U0rUzlf+BpMeHPz/NrDO02MkkfXVopZ7y+0xwR5T06OaFc6eOsZvgJC2N4I4j6b2SDhjx8Dy7eehuPqJezVUg7kc2BHe4EUpC/JdqVn2HjKi7rspZJH1yXaHM3/eV4E4r6RXNKo2Vd5eY4BZGcIeV9ObwUMYT4nOS/qVZwXxa0jcksT1j0lxdEtvYWP5W0j9lPli1F7tpM1ZIO5ZfhH9je842nRUaq6kTSrqupLMn5SG3Czar4R8VHuyFGju9L2rzYEl3GNkHun1sZN1aq92wcac8sVlFH3OFgia4hRHcPcJyvp0Tv5d0L0mP7ZkkR2ke7meGBzuuA/l9otaZn6nX5QOpxyu3VwcSYWXWJYeRdOMOUnx98GX+IbPvnGLoR7utvF3SpXMq7nkZ5uSTJPFyiuXlzc7kr4IPuf13E9weERwBgluGFdcdOyY5bzoc5LETFr8Fb8FVwhaeQAMPXCuvagIQ11hR6VGSfhOc8aX8SKWf2y+FIELbLoR9AUk/z+iI8d0zKXdeSR/OqJtb5PqSXjgA89x2ay23bv6i92kkvbbZlh4YDYIV992bef9kSbyYaGdTgtuF+Zttx133wV2s2VbeKhAOAYNXSrpmx+j/XtL9o39/m6S/zkQJvx1RxCNH5Vc90Kz68NX9NkSxiDqyAim5wslUvbPYWTtWoJDbBzMbBQe2rqzoWrmRpBdk1s8pdjtJ/xwVfE4Tzb1ZTsUdK5M7fxkWq+fnRuPDpcJcZ/uOlCK42ufvIBPvIsEdtVmN3aAx6K07HKx9BPfdZPVGeggrs1x5auivLf8USTyEXdJOkPg3fFrPCBP0x7mdTlSObTmBhVa+F1a+Qwj4own2tHefgvrS1sOj9v4xRL0LdjFbU2Pmb0pwzwqR03jFXZrgap2/gwy3SwR3Rkm3l4SD9Vg9o3x6QkQUw2fGA9kKqw+2rPjgciX1CbHdPX1PZcL2+Pu6hL7ZerGlKBUlzB1DWw6/G4EUggenbPyQbHN4MQwR/HVXjSp04T6kvbRsug1+cFOA1J5dlrHztx0zK7gnNLuJW4ToaYpFKYKrff4OmgO1ExyRT1ZbrNYu0zMy/F34xdgKvrujDHVZgbUyxmFNNJUE4FhOErYFXWqx5btNSJwl765L3ikJYoAsGMMuyWeavEAe2FbwAz2u4ADSFTPpLP9QsP1tNVVi/ra6Eq1mJ0LUv0tKERxt7838rZXgIBT8WLytcK52CSkdLNV5GPj/fcL25s7Rj6R5kO4xVPDDnTSqRFQPslwljIPgB+PgZECXEIhgHGxhV41jqL5TlSdQw4MWC5n0nPgoJSRVXydqDPzAaFek5PzNHXNJgmv73Pn5WxvB8ZZixYXzNHbqx0YmP4rVGqHxX2dY/y1JQOGuIQs/o+qfFCFB+MLRvwzJiWNbyJaOVV3fsSHGwmqOVR3JqTUK8+XFCfmQC4cbIMcWuWN6YzhC15ZnPqTbaHxZnMIAW14+36kgkDPF/M3FbAqCa/ve2flbA8FBZCSRQmzn67EmztSXBR/Ex3MtHsqlK6+rNQmrrxnYBsVfJOl6Ub2xfidOUZDKQioEZz27hDHSPv66UmcyRwz5T6qwJcfxjy8oFpJyP7Bp40n994cE4vafiXizpcf/Sv9sj0+c1CGhl5cfEXIiulOfl227n3r+5kI7JcHFOuzU/J2T4Nh63jZM2OP3WPELIdmWyCTRvqFCKsPvkkoXDce1hrbF1jY+80cUFv/gWCFQQsImaS5n6mmEc588rAQlPju2o5H1jt2smjgyhW5gxpYxTgzmxYEb4a0j219VjahznO+F/+0KzerxDJl9ETi538iVemYXh7pOpp6/ubpQblsE1+pU+/w9VM85CI5lPGkATNg+4aEhFQMSSQlqiNGP0XGMaGxSahrZGxOs6NIdG3CjCQ/LOkzQgZXMVHLxjO0xfkJ8ZBzQ/+FEitBHukIb09XfNfl6DxlTcUWdbc7fIapvm+Ba3Wqav3+G1xwE15UnhmJsMVitcBSl1GqFzO706BGrkjY5csgEIk2BB6YVtkMXGdJARllWBaTCkDgbn7poq/bl+WU0nVVkFcGRuMxKkpy3vuNcWZ1kFPpVz00vHN96Qzg3TDSRtBsSl9k2scLs8m+yQiaAU0q2OX+H6DwXwcU6zj1/qyQ4yAZ/E1napZNgyff6cjJq8tfIYxsqafLpf6zwGQ5tOy3flww6J8HFOkIuHHNbd9RtDA6MPb2Gia061znhX+sTXtasglnlcp9cKxDzuQueH04Jbsr5OwS/Ggiu1Xeu+VsdweFXI4eKLU/JKFw70K6UhrEruAck2533NNs5jtpMJfi7OPNKfhkOfmRqgsOvco7QFwe7ceZzLQ9/szqKj2dRjGgnfjhuHiklkBN39cVCxDx3VX/lcJFAXH/d+eEhuscEN/X8HaJXTQSH3nPM3+oIrlXo6yGYQE5byYeFJFsczrHwNo9PNuROIiKI8XEkHu74EH5uO+vKQcpsq8j94qbhWKYmuFW6nTwERQi0cPNxK5zIOM9EL6h1WPX9nubRUY4rn0gl2VS6tqhTzd8hutZCcFXN3zl8cBya5ooionSpkNFPOghJnV2nEoYYvC2b+nPGpjUQyYtXFugZJ6OO0S2uQ/Y4pEYqStfpB7bvrCI5rjOnkOCcRk5rO0pF1PdfE5A4v0yqz6ay7fmbq+/cBFfl/J2D4DAYuUM40vGZpJcotgb9SDilwKRMV2G5RqfcF5OV0NCD9m1fBEB4SFopcQCcK6chSXIAmSBdwq0RrGy5UaOWnLiHNSu2+0bK4iPjzT3kfO8QGw4ty/zihRCnteCbu/fQhnrKb3P+5qo8B8FVP3/nIrjYaFx7DdFBPF1XZ3MsiA9qkDYCWQ0VbvGNz7GSZEukdqikyafcJoJOY4TtHqTGaqArHQKi4OgTUUv+HnLTxxh9htYhR41ctVg4zTA0CXtov0PKf6iJuJIS1ApBrPSiyCHt9ZWdev7m6rhNgtuZ+VsDwbUG5GYLrqW+SU+KBA89eXGsZjh+lfvQs6WLL8FcddVR32TCuU4aSxyd4wbVoTlpOOo5rsVtq4fv6Iy8sucHAu47VJ074acsBx7oGp/E2ITwp9CVLSpb1VbANT2FUbLfqeZvro7bILidm781EVxrSJb/TESIoG/7yvlHUkvYtq1LLYHcYr8VW1+c4kMkvXKJuhy8zzkcT8icI0as2NoIZdo321DO1/KNhG1tQ9GLIAaH/cd8U4FbgMlBa4VoLxHxWoRtc3yt1rb0Kz1/c/GciuBqnb9ZuNRIcLHiLP9ZGVyxZ/vKg9ner9b3dSdIJf7oCHlRnHAY4tdLr1ziuqAzr0HYLmA4AAAgAElEQVSYfDu23vga46hjXI1ILNtQ/s5dkWYZtqcQk5VLA7jZpA3yjLmpgxUcuWrxhQj45B6xiXIF64J3erSPW12IgG5TSszfXH1LE1yN8zcXiz+Wq53gWkXJkGYlxva177LLd4TD4F3bRpIx408Fcrj/pQPQIsGUydoK0UyOKnUJR3m4Hp3jV10CMbBdIkkWoty2pL5EPj3HB5+HCGdC07y0Eh85YT4SYSdBGz8P274HjjiJwIuFF0csnKnNzaUbgkVO2U3nb04fpQiu9vmbg8XOEVyrcLtcZgKfrWOkfXli6QoMEsSHliN/2QQp/i0qCEHxduvL1+s7ygOZtdHQddvqHL3GluEQekzOJFiD5ZCHP80JxD/KqvhnY5WK6kG48Ud9CFz0ffuzqzvmCJc0kPfWCpeVxh9kKaDmqCbGzt+czkoRXO3zNweLnSW4eHDkY7F9JfraZtj3ERwfpPmvsCJo28hZxVGPByzejnKlM9816JN0grTRUM5QbmMbum4CpFt2ypNzeIl1FcPvRFDBJI54M7ZVFwVkNn1oMS7PpL1YSLCOvyOxqj3IGxKPhVUgHx6qSYbM3xy9pyK42uZvDhZ7QXDtINjGkF1PYIKLIru+qkXZ9EPHZLVzCWXfXWb4cdjGxltT/Dpsdf5nDcGxAmm3oTVGQ4kkE8SJ5THhKFp6DjQuw4WfbP3i4AK/j72hpQtGXlakA2HXWDjdQQJ4X64dKza2/an9SWc5f+YnEQc9PIUK587fdd2VJLja5+86LPaK4NrBsPznGBZnRPskvdONkxNEYvneJNsrUje4JZaLNyG/+MvhRDfxq+HDWiX4MHio5tyGrpsAfCuASz8J3sRC5JEVKN9N5QXAf0Mc3NcHicWJzm09kn7jTzKu6zvnd5KeDwr9xuUhPraw/I2LADLEt8oKm0sxuWI7FiLE3PiSXriQo8O2y6yav4wr9iF36cbuJQ5mEfSJXStpHSL36XdGKLML8zfbNrsSZMge0JqCPBCkYxA5HCLkfOGIX3WbxZD2aijLA8X1Q1yRNFZImGb1PMXWm5UySdrpSi5XV150EHKtH9/OHQfluEllSFAsp+1SR9dy+pqtzNIIrgWa7Sq5cXHibp8RyJtj28OqZt8E+3OFO2/7cw0YHKcEyHkj5WRKIXDBy4gzwHzmMEcgNI5lEdDZ5LLUnL62VcYENxLppRIccPHFerZoXK9DGJ8jUzxQJO9yHTc3jnBygoz4fXlQ+qYJ84AtOT42iISII7lybE3x7XBbBltCcIHU+DjONgXXAQ85rgNSSPiDfuiNvfjzYUkfDKs+LljYJzHBjbTmkgluJGSuZgSMwK4gYILbFUtZTyNgBAYjYIIbDJkrGAEjsCsImOB2xVLW0wgYgcEImOAGQ+YKRsAI7AoCJrhdsZT1NAJGYDACJrjBkLmCETACu4KACW5XLGU9jYARGIyACW4wZK5gBIzAriBggtsVS1lPI2AEBiNgghsMmSsYASOwKwiY4HbFUtbTCBiBwQiY4AZD5gpGwAjsCgImuF2xlPU0AkZgMAImuMGQuYIRMAK7goAJblcsZT2NgBEYjIAJbjBkrmAEjMCuIGCC2xVLWU8jYAQGI2CCGwyZKxgBI7ArCJjgdsVS1tMIGIHBCJjgBkPmCkbACOwKAia4XbGU9TQCRmAwAia4wZC5ghEwAruCgAluVyy1e3qeNHy0+XSSTh6+Zcr3VvnGKh9n5m8+pv08SV/YveFZ411AwAS3C1baLR35oPb9mg9F30bSUTJU/7WkZ0j6e0nfzijvIkYgGwETXDZULpiBwCXDV++PmVE2LfJTSVeS9K4RdV3FCHQiYILzxCiFwJklvVfScZMGWZW9uSGvj0r6vKSzSDq7pCtKOnpS9suSzinpB6WUcjvLRsAEt2z7lxr98SV9UNJpogZZkbHtfLIk/n8qJ5D0AEl3SH54haRrlVLM7SwbARPcsu2fO3qCA7dsyApSumNHpYdLuk/y79eT9JKMDggy3Cgpd2pJ/91T91GNj+83kp4WghUZXbjIUhEwwS3V8nnjvpikW0m6hqQjNNvLV0q6ZkfVD0s6d/Tvz5V007wudIwm2vq1ZLuKL+51PfWf2RDbzSX9ttnOHhSI7u2S/pDZn4stCAET3IKMnTnUoza+shtIunXwh8XVugjuJCHlIy532eB3y+zy0O3t+aPC95X0iDUEF//8qRCJhVh/nNupy+0/Aia4/bdx7gjPKOn2TU7aDSUdq6fS0wPxxT8TXLiZdOhKjKABf64uifSPXHlOsyW9SVT4RYFku+o/WtI9ehrG1/fC4Pf7ZG7nLre/CJjg9te2OSM7bEjNYLV2mZ4K+LteFbaC785pdEQZ8uBuEdV7raQrr2jnAiHPjmDEkXrKvVMShPzq4LMboZar7DoCJrhdt+A4/QkW4MeCVOLIZ9zaN5oTCM+S9NTGD8f/n1JII4kJ9imSbpfRIeMg+ME4TtVTnlMTjAMSnXocGSq7yDYRMMFtE+35+7pg2GISKDhyjzrvC6u1lw/cZo4d3bGbgAT5b3FOHD5Atqm5cjhJVw2rOpKNu4QtM6s5VnVOJs5FdsfLmeB23IAZ6kNk1w3Edr6e8j+X9DJJT5D08Yw2SxZ5aDja1bb5vXB29ZcjOzkgpLJcvyORuG2SMUJ0+Ot+MrIfV9sBBExwO2CkkSqy9bxtc6D9xpJIxO0SDrmTdsEfiGXbQuSUFSMrsFZWRVCH6EeghFQV0lzO1FORExMvCEGJzw5p3GV3AwET3G7YaYiWbENJur3CikpvlYSfi1yz3w1pvGDZUwZyO1nUJreLsAIbu3rrUo85TtoKZL8OE5KICU5Y9gQBE9yeGDIaRpsIm47sR2G18qRmyzr3aoXgwDvCudRWz983vjESi1nRTSWsakmF4eTE8To66UtknkoftzsxAia4iQGeofmU4A4O/qZakmBZub2p8fmRPxfL3Ruf2eO2hFdfMrMJbksG2FY3JrhtIb29fmKCw68GcXAmdEji7VTankMSOW5cgBnLvZuoLtvDbQp+P46gQaqcxkBMcNu0wBb6MsFtAeQtd9G1ReX2XP6dnLZvbVmftjtONzy/4xLMbZMbW1MCD+TOcag/FhPcTJNjqm5NcFMhO1+7HJt6rCTyy1LhVALpICS+TnUqIe3zMJIekqSCUAaf211Caso20OL0A6TGLSddpx84w8r1TaTKWPYEARPcnhgyGQa5bzjSiRxyuWSXfCSs6Eio/cVEMBw+fHOBPLxYvhNy86aOWB5R0nVCDiAE1yWfDjhwHtY5cRNNhLmaNcHNhfz2+r1UIDquIIrzzVoNvhtIiLSRLxZUC0c+Jwf+OmnzQ+HKpa8U7CttCh8f52tZzZ64ox9WjwQ6uIyTv33V0oTGmLNpE9yc6G+3b6KX3J7LrR1dKRI89OTF4ad7y4YPPUm2BBMukgzx2eGM6a8mGjrHtPjYzVUksXpM5YfBD0iqzOcm0sHNVoSACa4iY2xJFbavnG6ACPq2r4eE1BK2bUPvV4Pc3ibpPMl4Sp1QSGFipcgVT6zYiNL2bUO5ARiC9TZ0SxOthm5McDVYYT4d2L5yawcfgOnavpIc3N6vBumtE279JYH3wlFB/HucC33NusoDfz992Hrja0w/dNM29cawDeVvb0MHArwPxU1w+2DFzcdAhj/fWmD72nfZJcTFtxdWBQY418lNIK0QteV4FEfDSglH0e4fjl91tcmll6SjPLEJMHymVKduZzcRMMHtpt2m0rrd7hF9PVtHJ6vyxFhJ8QGZWIZee5Qzrr6jaJAZ/sMx2+qcfl1mBxEwwe2g0bak8qXD9pXoK7lsSB/BEbXkivD4g8+Pb/x3d51A15Tg2mjoG7wNnQDtHW/SBLfjBtyC+kRf7xQCE1wU2fVVrXRr+h9NJJa8syluKoHgOGLVbkMdDd3CJNjVLkxwu2q57evN9pVPA74n6Rr/HSTTrvL4+Z6SILlN5BMNsX6/owF8cHxFa2h0dxNdXHdHETDB7ajhKlKbr9fj9C8tfxPy8Uq36/YWhIAJbkHGnmio/yjpzhO0bYKbANSlNWmCW5rFy4/XBFceU7dYCAETXCEg3YwRMAL1IWCCq88m1sgIGIFCCJjgCgHpZoyAEagPARNcfTaxRkbACBRCwARXCEg3YwSMQH0ImODqs4k1MgJGoBACJrhCQLoZI2AE6kPABFefTayRETAChRAwwRUC0s0YASNQHwImuPpsYo2MgBEohIAJrhCQbsYIGIH6EDDB1WcTa2QEjEAhBExwhYB0M0bACNSHgAmuPptYIyNgBAohYIIrBKSbMQJGoD4ETHD12cQaGQEjUAgBE1whIN2METAC9SFggqvPJtbICBiBQgiY4AoB6WaMgBGoDwETXH02sUZGwAgUQsAEVwhIN2MEjEB9CJjgprHJOyVdImr6bpL+YZqu3OqWEeAD12+RdKmo3ytKev2W9dh2d9eW9NKo07dJ4tOOv9+2IkP6M8ENQSu/rAkuH6tdK/kISfeOlOaziXfZtUGM1PdJkm4f1eWj3w8c2dZWqpngpoHZBDcNrnO3ejlJb4iU+LCkC0r6zdyKdfR/Ukm3kHQ6SSeXdApJJ5L0dUlfDX9/SdLzJH0hU/8jSfqApHNG5f9aEqu5KsUEN41Z5iK4+0liC/UjSU+YZmiLbfW0kiC0YwUEfijpHJK+XBkix2kIl3lwG0lHydDt15KeIYnV2Lczyp8+4HCMUPa7Demft0IcDlXPBJdh0RFF5iC4M0s6JOj6OUlnGKG3q3QjAFH8m6SzRT/X6He7ZKPjqyUdc4QhfyrpSpLelVE39cdB/BeW9KuMulstYoKbBu45CO6mzTbk2Sa4SQz64MTXBIlcfZKexjfKC+69ko6bNMGq7M0NeX1U0uclnUXS2SVB0EdPyrIaZfv5gww1CKpcPip3X0n4J6sSE9w05piD4J4q6dYmuOIGZTXEgx+vis4l6WPFexrf4PGbiOYHJZ0maoIVGdvOJ0vi/6dyAkkPkHSH5IdXNDuBa2Wogu/x/VE5tqr039VXRnPTFDHBTYPrHATHA4dPCPEWtZxdIYn7R82xcmH1U5M8vNke3idR6HqSXpKhJEGGGyXlTi3pvzPqvrUhuUtH5SDMh2bU21oRE9w0UG+b4Nhq/DgaigmujF27Vm8XCKulMj2UaQUf2Lmjpp7brDpxWeQIwYKvJdtVfHGvy6iMz+8dUTkCL5Ajf1chNRLcESRdQ9L5Qmib8PYpQ0TofyR9v1lWfy8kVj5L0k8ykPwvSUR/WrlB898vyqjXFvmEpLNG5W8Swut9TawiOELtpBvgwzmTpJOEyByhe96aOLNZJfzHGv3+qnHsvn3AGEg0JuEYYWvBFqMVVn7/Gf7j/JL+rnn7nzHgf7jgl/n4mr7w3aATETUijieWdDxJ32i2zt+UhA0+FMb2lQF69xXdRn+sRohItsKK5TIZur+nefAvEpWDfPCBITxz/MY28DzB/mwxwQQfGakbkAvJxDnC/CH1I5bLBr9bTn3KsL3F7q0M8acRlLh4VPchYf7k9j1puZoIDufoXRtD3yzk6+QMnFULPgaWxr9dUWFugrtT4/x9YiCN12ZGOF8Y/COkfHTJJgTHW5e3byvtqoStCluWVCCTPoI7IDiXeevnCD4akkNJkP1DToWkzLb6O2yT1Ipf6dhR/2Tu5xDPm0KWf1sVrCECVksvS37rg+DljT/r7iFnbRVMBBd4ZmiblTx/eHmS/pErz2lerry0W+HlzyIgR66QrPZYhJBvt+p5zGm3SJlaCO6Iklj1xKuKIQN8laTrrAB1boIj+5sIF5M8jXKtGicJlESquhJJNyE4omrxSoQHkFXARyQdbQDBXSgkvo5JS4Aori+JByJXttkfq5I4ZeLnTW4hOWY5qRCvaV4IV4kGhQ3ZRtIeBJ0ruBqIeg4hq9y243LkwZEU3Aov4StnNsSOhJcwO69WwO5fM+tPWqwWgnuxpOsmI/33sL8ngsUW53chI5tIDecAiWTF8szmIb1lD1pzExyThzckuUIIE4ictc9K+k7Ir2IiM6lSgnm0pHt1jIuVBeF+5GLN/zwoKoNP5YZJHf6NLRByUMh5aouwMoFs0jrt710rOLY0PLBHTvoh2AGZfzKQJuPiD85otq2xfCbY8RcZs3zb/aXb0zcmaRGrVH5lkkZytYBvm1ry7uCKYA6QkoH7BJcApwLiSCh9EOX85wx8NimSvvCe0szL2w1okBdxfDa3miNcNRAcyZOt/wdMfxnI7l/WAMxkgBjbFRGHfnFwdvl35iY4toSsuNhSQ3S84bsEooJ84hUReEAQq47TpImX64IMrHh56FphO8KkZnvDgWq2x/jLIFt8obyNvxWVJ5sfnxJ4t8IqE1J4WHgZpeOjDhOfDHv8eq1QBxfDKtl2f+iCL/QvI6XYLj4u86EHQ2zSCuSI35WVzp1X+G8ZJ2SBb64VVtYkbbOCnEJ4UbKIiHPihvqoieASyW2F41ystmeXGgjuxpKI+rTC5EhXc31A4dv6p+jHvjfH3ASHihAwE3dd/tRFO5b3j5V0jxWzZSjBpQ8ghMfqAl8Mq811N0QQhIhXjKh2zYaIWbmsk0cmK1II/FRrjgltuz+c/qysYxmS+0Z6Bi6TWMCUAEwbbOjDiQABhBgLL0dcOFNIulIlgMfZVeySK7wIeCG0wlhZeMweTa2B4B4TnKktOOQcsQrIESYiK48vhrcQjvA4+bBtowaCy02gRGe256ycWmErS8S1T4YSXNcDyCqaaB+ugFXCWVeivTwErRDNjfOhVtXHGY49ThgVWrU62nZ/qEUOWRxl56FnruVKF77PbyKkvMzXyeHDSh/fViu5OW3r2k5/Z9v/vmRFPSSC2raHjfCltud0+XfmJIGSWaUGgkuvYCH1I3Z4lgCoBoLD0Zy+mfvGxgMP8cdCugypJF1SguBy76wj4soWpBXe1qTQtOdgc+zFqpvVdyuk4bT+xLT+tvuj/zRxNjc9pNU9JTgiivjYeBHnCPgy7lbY1pa+PIHUK8jtZFE/pKgQBBmyemur41fExdJKFX64GgiOrReO9FbIa8PnVCJXqm1zboKDmNiGrdv6tfqyOkrHv4ogNyU4HkDyqUiLWCcp+ZKvF68219Xnd3LASJeIhQctzefi9233R59PTwJW+CT7AjBd400JjhV57M9bh1F6zjPHT7muzfh3jmnhF+Y5a4W5CUFBemOE1RpuilaGBirG9Lm2Tg0Eh6M6fbPx3zwAbH2IyG1639bcBDfEr9gajYcd0mmFSxYf1WPRTQmOiGd8U8aqiZMGKLBT6m9aN/G6klP7/Ezb7g/dOUx/1WgQjw85muvG1f6eEtzQw/lpVgEr3r/N7XxNOVZu5OmRPxfLkCBKVxdEeuPI6xCXTKGh/XkzNRAcWjGB+gzI3p5Jzh/eOut8RF1gzU1wTwvRwyGGJIWCbU0rbFHYqnTJpgQ3xIeGnzPeTvIws+IZKqyKuJSxFdJUeLBT2XZ/9J+eRCBKSHAkV1KCI8k73pKva+cFSaJtKYLjxAopSrH/FF1WvTzX6dr+ngaCSCGKk8lz2ylarhaCI2ucSREvcbsGCtmx1ydtgeMsOQeCaWduguvLZVtlzPR84ao8v00JbkjmOqvrOD2k1ITsy/fadn+M59NJUOfm0VVUOeNNCW6o/acgOKLkBDrSSzBLkBuY3DacKmrx+VRyvDEHt+JlaiG4dmC3Csd44jf7qkGTM8TKZt0HP+YmuDGRqdRpy+qGVU6XbEpwQ7ZgpE8MiSjmTto+jLbdH/oSNY1PnAy93LImgiPCyfnQ+EwtY8TnxrckSgUvINA4TYh76DiyNavURnCAwbEtHLo41UkWzHmY8HEQee27qG9uguMkQhxIyTF6uk1a5ejelOCGrDAImMSRt5yx5JTp02Hb/aFrekaWEyhd6Ud946qF4Eg54WxxmlfKS4N/K5lbx1fk0vZm55fZFVgz89GPY0IQHX+I8vS9FYjmkSTbFeKem+CGrJBaSFIf3Co/3jYJjq3HgZHdSkf40imx7f7oP101cqA8/tjMOsKugeCOGoIlnPiJhRMquIJKZinQPscM49NHYBjnOq7DbJLfaye4dNDoi+OS405E7uIjP5TF0clyPJVNCY5znPG2eeh1SUPTDNCfa6Himyw4JkSkq0u2SXBpjhYrhPgmitITddv9oX9KquvsnY55boIj4ZZgQnxlEzpypT2RzpwLA4baET8lfuJW7IMbimBSnvN5pF/EnzBj38+B7nSLkRIcGeU4XHOEN2F6DfO6CZ/eB4evMH2TruqbrUV6g8SqRNxtElzqACeyHR+0zsF0SJlt94duqf9zaArFnATXdZ6VMY3xAw+xE8GK+JsMjqIOQa+nLFnXBye/caSJo02xsH2NDzDzFiMRMUdIiUjvQhtKcByDaq8Tz+mT1SKrxlimTPQd4oNLz/+uO9ifM95VZbbdH7qkt4Hw4EIQuTIXwXFlES+c9tYa9OWmFoJTfRc85I5pXTnOS7cXqlLWeXDrEMv8nVsu4r0+d8rFB39pJr2f654dR6H6uuNsLMdOYhlKcJwUYMXJUZgcwQGc5oRxS27fUZ9truC4zie92SS+EThnfEPKbLs/dMPfSUS/Fe5Li/97nf5zEVy62iVBHv8hR82mFi7MiM/a+iRDWNVwewLbTA5687Ye4szFaDHBQSRcSpheY06iZfz1IHwR+AzWCdcFQSppJHcowdHPkGTNdIuLDhBcn6QEBwHxRfM+2fQBTPXDZjxIuUIuFjcx41/jfG66Wk3b2XZ/XPYQr9iGnkTYFN8xeXBdtzEPvfYo135d5dLjZT6LGq7oiXNnOJbFbaC5ZzaJ5uHMbIWraOKPb7T/zootPuaErw4CWPeJM64EInCRyhiCoy/OI6Zb6rTtruuSeODiLzuldbgunHvkWqGv9JuXcZ1NH0CuyOZShFhYdeITzZF0O8OFC3dcUXHb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the arrow joining Reward model and RL ALGO is missing, please bear with me.
Setup (black Arrows):
(Codegen) will write a source code file in a stripped down c-like language, and also generate source and sink syntactical patterns.
Then, (AST AND PATH MAKER) will get the full AST of the source code, as well as yield paths in the AST that join the given source and sink patterns.
We feed the source code, the full AST and a path (co-responding to the source-sink pattern) as the main prompt data for the LLM.
We then loop over each transition in the path and feed that into the main prompt data as well
The next part of the process (Colored arrows) is what we do PER TRANSITION in a path.
Reading phase on a transition (Blue Arrows)
In the first reading phase, we simply give the main prompt data to the prompt shaper, which will process it (and do prompt engineering) to give all the relevant data to the LLM as a prompt. Again, this prompt includes the source file, the full AST, the path of interest, the transition (two nodes in the path of interest) as well as their mappings to source code. (a node in the is AST mapped to some part of the source code).
The LLM then produces LLM COT 1, which can be anything, the LLM is allowed to do as much chain of thought as it wants, and is allowed to spit out whatever, BUT AT THE END OF ITS COT, it HAS TO PROVIDE SPECIAL DELIMITED TOKENS CALLED ACTION TOKENS These action tokens have a particular format: here we have used <0> <1> to delimit line numbers, so if the llm spits out <0> 3 5 <1> we want to fetch line 3 to 5 in the source code (again this is just an example not hard and fast)
The (FETCHER) handles such things, it takes <0> 3 5 <1> and gets lines 3-5 in the source code, as well as the parts of the AST that co-respond to lines 3-5.
Similarly, <2> subtree(N) <3> would be an action token waiting the sub-tree of N in the AST, along with the source code that co-responds to it. The (FETCHER) handles this as well.
The output of the (FETCHER) is concatenated with the main prompt data and fed into the (PROMPT SHAPER), and sent to the LLM again.
We have only depicted one reading phase in the diagram, but the LLM is allowed to do multiple.
Prediction Phase (Green Arrows)
Once the LLM feels that it has done enough reading, it does one last batch COT (LLM COT 2) and gives a PREDICTION TOKEN in this case <4> PRED <5> where PRED is a real number between zero and one depiction how much state info was preserved in the transition.
RL TRAINING PART (orange ARROWS)
The COT's produced by the LLM along with the PRED and pickle encoding of the actual states (we need to run the program to get them) between the transition is fed into the (REWARD MODEL) which rewards two things: GOOD FORMATTING (we want the LLM to produce clear action and prediction tokes at the end of its COT) and Accuracy of PRED vs pickle encoding of the two states in the trasition.
We use the reward model's outputs along with an RL algorithm to train the model (FAT ARROW)